benchmark-reliability 0.1.9

Benchmark Reliability Framework (BRF) - dataset-level reliability auditing with built-in benchmark registry

benchmark-reliability

Benchmark Reliability Framework (BRF) -- audit whether a predictive benchmark dataset is structurally reliable before model development.

pip install benchmark-reliability

Requires Python 3.8+ with numpy, scikit-learn, pandas, scipy, openml.

Quick Start

Audit a dataset from the Registry

from brf.registry import REGISTRY_SOURCES
from brf import BRFAnalyzer
from sklearn.preprocessing import StandardScaler

# Load Teaching Assistant Evaluation (UCI ID 100)
source = REGISTRY_SOURCES["tae"]
X, y, groups, metadata = source.prepare()

# Standardize and audit
X_scaled = StandardScaler().fit_transform(X)
analyzer = BRFAnalyzer(n_splits=30, n_permutations=200).fit(X_scaled, y, groups=groups)

print(analyzer.brf_vector)
# {'B': 0.12, 'I': 1.36, 'N': 0.93, 'M': 0.63,
#  'S': -0.42, 'E': 0.75, 'class': 'Void'}
print(source.metadata())
# {'name': 'tae', 'display_name': 'Teaching Assistant Evaluation',
#  'n_samples': 151, 'n_features': 4, 'n_groups': 25,
#  'education_level': 'Higher Education', 'country': 'US', ...}

Browse the Registry

$ brf registry list
BRF Registry -- 16 datasets

  assistments          ASSISTments 2009-2010           N= 3729  G= 124
  college_scorecard    US College Scorecard            N= 7804  G=  59
  oulad                Open University Learning ...    N=32593  G=  22
  tae                  Teaching Assistant Evaluation   N=  151  G=  25
  ...

$ brf audit tae
BRF Audit: Teaching Assistant Evaluation (tae)
  N=151, p=4, G=25
  B=0.1172  I=1.3559  N=0.9333  M=0.6288
  S=-0.4226  E=0.7460  ->  Void

Download and verify all datasets

$ brf registry sync     # download + SHA-256 verify all 16 datasets
$ brf registry info oulad
  name: oulad
  display_name: Open University Learning Analytics Dataset
  n_samples: 32593  n_features: 44  n_groups: 22
  education_level: Higher Education
  country: UK
  ...

BRF Metrics

Metric	Formula	Meaning
B	mean(Delta R^2 vs mean baseline)	Predictive signal strength
I	std(R^2) / max(	mean(R^2)
N	fraction of folds where R^2_real > median(R^2_perm)	Null separation
M	0.5 * norm_group_entropy + 0.5 * group_balance	Metadata adequacy
S	N - I	Stability
E	B + M	Evidence

Three-regime classification (communication shorthand -- the signal is in the continuous S and E values):

Class	Condition	Meaning
Reliable	S > 0, E > 0.5	Stable signal, adequate group structure
Void	S <= 0	No detectable signal beyond noise
Fragile	S > 0, E <= 0.5	Signal exists but group structure insufficient (rare)

CLI Reference

brf audit <dataset_key>         # run BRF on a registered dataset
brf registry list               # list all datasets
brf registry download <key>     # download + cache
brf registry sync               # download + verify all datasets
brf registry info <key>         # show full metadata
brf registry verify <key>       # SHA-256 checksum check

Export

from brf.report import export_json, export_latex

export_json(analyzer.brf_vector, "results.json")
latex_table = export_latex(analyzer.brf_vector)

Citation

To cite the BRF framework and package (JOSS paper forthcoming):

@software{zhang2026brf,
  author = {Lizhuo Zhang},
  title = {benchmark-reliability: Benchmark Reliability Framework},
  url = {https://github.com/zhanglizhuo/BenchmarkReliability},
  version = {0.1.5},
  year = {2026},
}

The behavior audit protocol is described in:

Zhang, L. BehaviorAudit: a four-dimension protocol for auditing benchmark reliability under group-aware evaluation. Scientific Reports (under review).

Related Work

• rliable (NeurIPS 2021): evaluates reliability of benchmark results (confidence intervals across seeds). BRF addresses the complementary question: structural reliability of the benchmark dataset itself.
• OpenML, UCI ML Repository: general-purpose dataset catalogs. The BRF Registry adds group-aware metadata, SHA-256 verification, versioning, and a standardized pipeline for reliability auditing -- filling a gap these platforms do not address.

License

MIT